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Past Year Questions: Probability And Statistics - Mechanical Engineering MCQ


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7 Questions MCQ Test - Past Year Questions: Probability And Statistics

Past Year Questions: Probability And Statistics for Mechanical Engineering 2024 is part of Mechanical Engineering preparation. The Past Year Questions: Probability And Statistics questions and answers have been prepared according to the Mechanical Engineering exam syllabus.The Past Year Questions: Probability And Statistics MCQs are made for Mechanical Engineering 2024 Exam. Find important definitions, questions, notes, meanings, examples, exercises, MCQs and online tests for Past Year Questions: Probability And Statistics below.
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Past Year Questions: Probability And Statistics - Question 1

 A residential school stipulates the study hours as 8.00 pm to 10.30 pm. Warden makes random checks on a certain student 11 occasions a day during the study hours over a period of 10 days and observes that he is studying on 71 occasions.Using 95% confidence interval, the estimated minimum hours of his study during that 10 day period is

[2003]

Detailed Solution for Past Year Questions: Probability And Statistics - Question 1

Number of total observation in 10 days = 11 × 10 = 110
No. of observation when studying = 71

(Probability of studying) Total studying hour in 10 days = (2.5 hr) × 10 Hence, Minimum no. of hours of studying in 10 days = (25 hr) × p = 25 × 0.6455 = 16.13 hrs.

Past Year Questions: Probability And Statistics - Question 2

 The distribution of lead time demand for an item is as follows:​The reorder level is 1.25 times the expected value of the lead time demand. The service level is

[2005]

Detailed Solution for Past Year Questions: Probability And Statistics - Question 2

The expected value of  lead time demand Þ 80 × 0.20 + 100 × 0.25 + 120 × 0.30 + 140 ×
0.25 = 112
Reorder level is 1.25 times the lead time demand.
So, Reorder value = 1.25 × 112 = 140 Here, we can see that both the maximum demand and reorder value are equal, service level = 100%

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Past Year Questions: Probability And Statistics - Question 3

The jobs arrive at a facility, for service, in a random manner. The probability distribution of number of arrivals of jobs in a fixed time interval is

[2014]

Detailed Solution for Past Year Questions: Probability And Statistics - Question 3



Since arrival rates depends upon the time factor, so accordingly graph can be chosen from Poisson distribution, but normal distribution expresses same result throughout.

Past Year Questions: Probability And Statistics - Question 4

Jobs arrive at a facility at an average rate of 5 in an 8 hour shift. The arrival of the jobs follows Poisson distribution. The average service time of a job on the facility is 40 minutes. The service time follows exponential distribution. Idle time (in hours) at the facility per shift will be

[2014]

Detailed Solution for Past Year Questions: Probability And Statistics - Question 4

Arrival rate = 5 jobs in 8 hr service time = 40 min/job
Total service time = 40 × 5 = 200 min

Past Year Questions: Probability And Statistics - Question 5

Among the four normal distributions with probability density functions as shown below, which one has the lowest variance?​

[2015]

Detailed Solution for Past Year Questions: Probability And Statistics - Question 5

We have Probability distribution function of Normal Distribution
⇒ Curve will have highest peak

Past Year Questions: Probability And Statistics - Question 6

A sample of 15 data is as follows: 17, 18, 17, 17, 13, 18, 5, 5, 6, 7, 8, 9, 20, 17, 3. The mode of the data is

Detailed Solution for Past Year Questions: Probability And Statistics - Question 6

Th e data which is r ep eated fo r max im um number of times is 17.

Past Year Questions: Probability And Statistics - Question 7

 The lengths of a large stock of titanium rods follow a normal distribution with a mean (μ) of 440 mm and a standard deviation (��) of 1 mm.What is the percentage of rods whose lengths lie between 438 mm and 441 mm ?

[2019]

Detailed Solution for Past Year Questions: Probability And Statistics - Question 7

Gi ven , m ean , (μ) = 440 m m Standard deviation, s = 1 mm

lower limit,

Percentage of rods whose lengths lie between 438 mm and 441 mm. = 0.3413 + (0.5 – 0.0228)
= 0.81854 = 81.854%

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